The periodicmotion of the oscillating body around its rest point, where the motion is repeated through equal intervals of time
Oscillatory motion
The oscillating body moves on both sides around its rest position
The displacements of the oscillating body around its rest position are equal
The velocity of the oscillating body reaches its maximum value when it passes its rest position and decreases gradually when it goes far from it until it reaches zero at the maximum displacement on both sides of rest position
The oscillating body moves around its rest position, where the motion is repeated through equal intervals of time which is known as "Oscillatory motion"
Velocity of an oscillating body
Kinetic energy of the oscillating body is directly proportional to the mass and the squared velocity
Periodic motion
A motion which is regularly repeated in equal periods of time
Amplitude
The maximum displacement done by the oscillating body away from its rest position
Complete oscillation
The motion of an oscillating body when it passes by a fixed point on its path two successive times in the same direction
Periodic time (T)
The time taken for one complete oscillation
Frequency
The number of complete oscillations per unit of time
Frequency
Inversely proportional to the periodic time
Frequency is the reciprocal of the periodic time
Wave
The disturbance that propagates and transfersenergy in the direction of propagation
Wave motion
1. Vibration of medium particles at a certain moment and in a definite direction
2. Direction of progression of the wave (line of wave propagation)
Types of waves
Transverse waves
Longitudinal waves
Transverse waves
Medium particles vibrate perpendicular to the direction of wave propagation
Formed from crests and troughs
Longitudinal waves
Medium particles vibrate along the direction of wave propagation
Formed from compressions and rarefactions
Transverse wave crest
Equivalent to center of compression in longitudinal wave
Transverse wave trough
Equivalent to center of rarefaction in longitudinal wave
Wave types
Electromagnetic waves
Mechanical waves
Electromagnetic waves
Do not need a medium to propagate
All are transverse waves (e.g. light, infrared, radio)
Mechanical waves
Need a medium to propagate
Include longitudinal waves like sound
Lightning and thunder
Lightning is electromagnetic, travels faster than sound (mechanical)
Solar explosions
We can see light (electromagnetic) but not hear sound (mechanical) from the sun
Wavelength (λ)
Distance between two successive crests/troughs (transverse)
Distance between centers of two successive compressions/rarefactions (longitudinal)
Wave amplitude
Maximum displacement of medium particles from rest position
Wave velocity (V)
Distance covered by wave per second
Constant in same medium, changes between media
Wave frequency (F)
Number of complete waves produced per second
Law of wave propagation
Wave velocity (V) = Wavelength (λ) x Frequency (F)